References
-
Briere, G. and Chaudhry, M. L. (1989), Computational Analysis of Single-Server Bulk-Service Queues,
$M/G^{Y}/I$ , Advances in Applied Probability, 21, 207-225 - Chae, K. C., Lee, H. W. and Ahn, C. W. (2001), An Arrival Time Approach to M/G/1-type Queues with Generalized Vacations, Queueing Systems, 38, 91-100 https://doi.org/10.1023/A:1010876229827
- Chaudhry, M. L. and Templeton, J. G. C. (1983), A First Course in Bulk Queues, Wiley, New York
- Fuhrmann, S. W. and Cooper, R. B. (1985), Stochastic Decompositions in the M/G/1 Queue with Generalized Vacations, Operations Research, 33, 1117-1129
- Green, L. (1982), A Limit Theorem on Subintervals of lnterrenewal Times, Operations Research, 30, 210-216
- Lee, H. W. (1998), Queueing Theory, Sigma Press, Seoul, Korea
- Lee, H. W., Lee, S. S., Chae, K. C. and Nadarajan, R. (1992), On a Batch Service Queue with Single Vacation, Appl. Math. Modelling, 16,36-42
- Lee, H. W., Lee, S. S. and Chae, K. C. (1996), A Fixed-Size Batch Service Queue with Vacations, J. of Appl. Math. and Stochastic Analysis. 9, 205-219
- Lee, H. W., Chung, D. I., Lee, S. S. and Chae, K. C. (1997), Server Unavailability Reduces Mean Waiting Time in Some Batch Service Queueing Systems, Computers and OR, 24,559-567
- Takagi, H. (1991), Queueing Analysis, Vol. I: Vacation and Priority Systems, North-Holland, Amsterdam
- Wolff, R. W. (1982), Poisson Arrivals See Time Averages, Operations Research, 30, 223-231